期刊文献+
共找到6篇文章
< 1 >
每页显示 20 50 100
Analysis of the Impact of Inductive Reasoning on the Mathematical Thinking Style of Deaf and Hard-of-Hearing Students
1
作者 Yan Cui Zhili Ge +2 位作者 Zhaosong Zhu Lin Xiang Wuxia Yan 《Journal of Contemporary Educational Research》 2024年第11期113-122,共10页
In this paper,we combine the teaching and learning situation of deaf and hard-of-hearing students in the Linear Algebra course of the Computer Science and Technology major at the Nanjing Normal University of Special E... In this paper,we combine the teaching and learning situation of deaf and hard-of-hearing students in the Linear Algebra course of the Computer Science and Technology major at the Nanjing Normal University of Special Education.Based on the cognitive style of deaf and hard-of-hearing students,we apply example induction,exhaustive induction,and mathematical induction to the teaching of Linear Algebra by utilizing specific course content.The aim is to design comprehensive teaching that caters to the cognitive style characteristics of deaf and hard-of-hearing students,strengthen their mathematical thinking styles such as quantitative thinking,algorithmic thinking,symbolic thinking,visual thinking,logical thinking,and creative thinking,and enhance the effectiveness of classroom teaching and learning outcomes in Linear Algebra for deaf and hard-of-hearing students. 展开更多
关键词 Cognitive style Mathematical thinking style Deaf university students inductive reasoning Linear Algebra
下载PDF
INDUCTIVE REASONING
2
《中学生数学(初中版)》 2006年第4期41-,共1页
MATHEMATICS INVOLVES THE STUDY OF PATTERNS. IN EVERYDAY LIFE, WE FREQUENTLY RELY ON PATTERNS AND ROUTINES THAT WE ASSUME WILL CONTINUE TO BE HELPFUL IN DRAWING CONCLUSIONS. HERE IS AN EX- AMPLE. THE LAST SIX TIMES I W... MATHEMATICS INVOLVES THE STUDY OF PATTERNS. IN EVERYDAY LIFE, WE FREQUENTLY RELY ON PATTERNS AND ROUTINES THAT WE ASSUME WILL CONTINUE TO BE HELPFUL IN DRAWING CONCLUSIONS. HERE IS AN EX- AMPLE. THE LAST SIX TIMES I WENT TO THE BEACH, THE TRAFFIC WAS LIGHT ON WEDNESDAYS AND HEAVY ON SUNDAYS.MY CONCLUSION IS THAT WEEKDAYS HAVE LIGHTER TRAFFIC THAN WEEKENDS. 展开更多
关键词 EAN ARE HIS inductive reasoning WAS
原文传递
What is Inductive Reasoning?
3
作者 林自新 《中学生数学(初中版)》 2006年第17期41-,共1页
As a child you learned by experimenting with the natural world about you.You learned how to walk.talk,and hold your spoon,all by trial and error.After many tries,you eventually learned how to ride your first bicycl... As a child you learned by experimenting with the natural world about you.You learned how to walk.talk,and hold your spoon,all by trial and error.After many tries,you eventually learned how to ride your first bicycle,discovering it was easier to keep your bal- ance if you kept the bike moving.You learned by expe- rience that counterclockwise motion turns on a water faucet and a clockwise motion turns it off.Most of your learning has been by a process called inductive reasoning. 展开更多
关键词 What is inductive reasoning
原文传递
Geometry and Inductive Reasoning
4
作者 林自新 《中学生数学(初中版)》 2006年第3期41-,共1页
As a child you learned by experimenting with the natural world about you.You learn ed how to walk,talk,and hold your spoon, all by trial and error.After many tries,you e ventually learned how to ride your bicycle, d... As a child you learned by experimenting with the natural world about you.You learn ed how to walk,talk,and hold your spoon, all by trial and error.After many tries,you e ventually learned how to ride your bicycle, discovering it was easier to keep your 展开更多
关键词 Geometry and inductive reasoning
原文传递
The Further Application Of Inductive Reasoning And Deductive Reasoning
5
《中学生数学(初中版)》 2006年第8期41-,共1页
Now we have a good understanding of inductive reasoning and deductive reasoning. In order to put them into practice, we should do some exercises. Practice Exercises Which reasoning process is shown in the following ex... Now we have a good understanding of inductive reasoning and deductive reasoning. In order to put them into practice, we should do some exercises. Practice Exercises Which reasoning process is shown in the following example? Explain your answer. 1. We examine the fingerprints of 1000 people. No two individuals in this group of people have identical fingerprints. We conclude that for all people, no two people have identical fingerprints. 展开更多
关键词 The Further Application Of inductive reasoning And Deductive reasoning
原文传递
A Comparative Study on Rhetoric of University Commencement Speech⁃es Between China and America
6
作者 王普聪 《海外英语》 2020年第17期263-265,共3页
The commencement speech becomes pivotal because it inspires,educates,and enlightens the graduates.Therefore,it is of great value to make a study on the speeches.This article analyzes two commencement speeches between ... The commencement speech becomes pivotal because it inspires,educates,and enlightens the graduates.Therefore,it is of great value to make a study on the speeches.This article analyzes two commencement speeches between China and America from the perspective of rhetoric,namely Aristotle’s appeals as the well as deductive and inductive method of reasoning and finds out that the similarities and differences of those two speeches concerning Aristotle’s appeals as the well as deductive and inductive method of reasoning. 展开更多
关键词 university commencement speech RHETORIC Aristotle’s appeals deductive and inductive method of reasoning
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部